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131: Rocky Top
Clean
December 03, 2008 11:55 AM PST
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M. King Hubbert's peak is a perfect mathematical abstraction, and gliding over the top at speed might leave one with a giddy feeling of momentary weightlessness, but according to Albert K. Bates, the reality described by the mathematical object is more of a rocky mountaintop than a glassy smooth parabola, and moving over it's jagged topology won't (doesn't) feel much like gliding.

Show notes: http://kmo.livejournal.com/384640.html